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13 Nov 2019
Math 273: Calculus I 3. (23 points) Consider the following graph of a function f defined over l-55): Towson University 20 2: 10 15 a) Over what x-interval(s) is f increasing? b) Over what x-interval(s) is f concave up? c) Find all x-values where fhas an inflection point. d) Circle all x-values in the following list where f has a local (relative) minimum. e) Find the global (absolute) minimum of f and where it occurs 0 Find if the functions, f.f' and f" are zero, positive, negative or does not exist at the x-values. Enter "O", "+",""or "DNE" 2 3 f"
Math 273: Calculus I 3. (23 points) Consider the following graph of a function f defined over l-55): Towson University 20 2: 10 15 a) Over what x-interval(s) is f increasing? b) Over what x-interval(s) is f concave up? c) Find all x-values where fhas an inflection point. d) Circle all x-values in the following list where f has a local (relative) minimum. e) Find the global (absolute) minimum of f and where it occurs 0 Find if the functions, f.f' and f" are zero, positive, negative or does not exist at the x-values. Enter "O", "+",""or "DNE" 2 3 f"
Reid WolffLv2
5 Jan 2019